Maths Research Associates 2021 Lancaster
Lead Research Organisation:
Lancaster University
Department Name: Vice-Chancellor's Office
Abstract
Abstracts are not currently available in GtR for all funded research. This is normally because the abstract was not required at the time of proposal submission, but may be because it included sensitive information such as personal details.
Organisations
People |
ORCID iD |
| Ann Louise Heathwaite (Principal Investigator) |
Publications
Romano G
(2021)
Detecting Abrupt Changes in the Presence of Local Fluctuations and Autocorrelated Noise
in Journal of the American Statistical Association
Fu X
(2022)
Model category structures on multicomplexes
in Topology and its Applications
Austin E
(2023)
Online non-parametric changepoint detection with application to monitoring operational performance of network devices
in Computational Statistics & Data Analysis
Katsigiannis F
(2023)
Multi-objective airport slot scheduling incorporating operational delays and multi-stakeholder preferences
in Transportation Research Part C: Emerging Technologies
Dewar S
(2023)
Coincident-point rigidity in normed planes
in Ars Mathematica Contemporanea
Katsigiannis F
(2023)
Incorporating slot valuation in making airport slot scheduling decisions
in European Journal of Operational Research
Rowland Adams J
(2023)
Distinguishing between deterministic oscillations and noise
in The European Physical Journal Special Topics
Dewar S
(2024)
Uniquely Realisable Graphs in Analytic Normed Planes
in International Mathematics Research Notices
Newman J
(2024)
Intermittent phase dynamics of non-autonomous oscillators through time-varying phase
in Physica D: Nonlinear Phenomena
Romano G
(2024)
A Log-Linear Nonparametric Online Changepoint Detection Algorithm Based on Functional Pruning
in IEEE Transactions on Signal Processing
Newman J
(2024)
Intermittent phase dynamics of non-autonomous oscillators through time-varying phase
in Physica D: Nonlinear Phenomena
Romano G
(2024)
A Log-Linear Nonparametric Online Changepoint Detection Algorithm Based on Functional Pruning
in IEEE Transactions on Signal Processing
| Description | This award funded six post-doctoral researchers to further develop their PhD work in the Mathematical Sciences. As can be seen from the publications and destinations of these researchers, the award catalysed their career development and contributed to a number of different research areas, spanning pure mathematics, statistics, operational research and mathematical physics. |
| Exploitation Route | As well as those researchers who are continuing in research, colleagues who mentored and supervised the Research Associates will no doubt further develop the work carried out during this award. |
| Sectors | Digital/Communication/Information Technologies (including Software) Education Pharmaceuticals and Medical Biotechnology Transport |
| Title | A Collection of Methods for Online Changepoint Detection |
| Description | A Collection of Methods for Online Changepoint Detection |
| Type Of Technology | Software |
| Year Produced | 2024 |
| Open Source License? | Yes |
| Impact | None as yet |